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A group of cousins has \(5\) females aged \(x\) years, \(24\) years, \(20\) years, \(18\) years, and \(16\) years respectively, and \(3\) males aged \(y\) years, \(30\) years, and \(26\) years respectively. If the range of the ages of all the people in the group is \(18\) years, the range of ages of the females in the group is \(12\) years and the range of the ages of the males in the group is \(17\) years, what is the value of \(y?\)
A. \(12\)
B. \(13\)
C. \(28\)
D. \(43\)
E. Cannot be determined
Answer: B
Source: e-GMAT
A. \(12\)
B. \(13\)
C. \(28\)
D. \(43\)
E. Cannot be determined
Answer: B
Source: e-GMAT
